It's about Banker doubles distribution.
B doubles are fighting between B 3+ streaks and B singles.
Test your shoes and let me know how many times a B doubles will be followed by another B double streak or anything else.
No wonder, most of the time any B double will be followed by a pattern different to another B double streak up to a 4 level.
I mean that after a B double had come out, the more likely scenario on subsequent B hand will be to get a B 3+ streak or a B single at different degrees.
We could classify such B doubles in such a way:
1- B double followed by another B double;
2- a couple of consecutive B doubles followed by another B double;
3- a triple of consecutive B doubles followed by another B double.
In a word, each class of B double situation will get a more likely different B double situation than expected and the more we are going deeply in the process the better will be our results.
Say we set up three fictional players betting toward NOT having another B double after a B double appearance by a 1-2 wager progression.
Number #1 player will lose whenever after a B double another B double will come out.
Number #2 player will lose whenever after a couple of B doubles a third B double will come out;
Number #3 player will lose whenever after a triple B double a fourth B double will come out.
Test your shoes and you'll notice that 4+ B doubles in a row will come out very very rarely.
It's up to us to determine how deep will be our loss.
The probability to get multiple B doubles in a row is inversely proportional to the number of B consecutive doubles.
Thus, a profitable and less risky plan is to bet after having waited that two or three B doubles had come out in a row.
Nonetheless, many shoes are presenting a single B double appearance.
Again, after a given deviation was reached, the probability to get something different than a B double is endorsed.
We want to set up a limit, that is a very unlikely 4+ consecutive B doubles appearance. After such limit was reached, we do not want to bet a dime.
As a 7 or more B doubles appearance could easily destroy our previous more likely profits.
Notice that per every class of distributions, a clustering effect will be in order, no matter what.
I mean that it will more likely to get single B double situations if a single B double situation had come out and the same happens for superior levels.
Moreover, B doubles are more likely to come out in clusters whenever few B singles had come out in the previous fragments of the shoe and vice versa.
Alrelax is right. What didn't happen so far is less likely to show up as a finite shoe is always a card dependent proposition and vice versa.
Actually and after millions of shoe tested, the number of situations when consecutive B doubles are followed by single or 2-in a row B doubles are out numbered by the same opposite events.
What didn't happen could happen but what did happen could more easily happen again. Providing a careful classification of what we are registering.
as.
B doubles are fighting between B 3+ streaks and B singles.
Test your shoes and let me know how many times a B doubles will be followed by another B double streak or anything else.
No wonder, most of the time any B double will be followed by a pattern different to another B double streak up to a 4 level.
I mean that after a B double had come out, the more likely scenario on subsequent B hand will be to get a B 3+ streak or a B single at different degrees.
We could classify such B doubles in such a way:
1- B double followed by another B double;
2- a couple of consecutive B doubles followed by another B double;
3- a triple of consecutive B doubles followed by another B double.
In a word, each class of B double situation will get a more likely different B double situation than expected and the more we are going deeply in the process the better will be our results.
Say we set up three fictional players betting toward NOT having another B double after a B double appearance by a 1-2 wager progression.
Number #1 player will lose whenever after a B double another B double will come out.
Number #2 player will lose whenever after a couple of B doubles a third B double will come out;
Number #3 player will lose whenever after a triple B double a fourth B double will come out.
Test your shoes and you'll notice that 4+ B doubles in a row will come out very very rarely.
It's up to us to determine how deep will be our loss.
The probability to get multiple B doubles in a row is inversely proportional to the number of B consecutive doubles.
Thus, a profitable and less risky plan is to bet after having waited that two or three B doubles had come out in a row.
Nonetheless, many shoes are presenting a single B double appearance.
Again, after a given deviation was reached, the probability to get something different than a B double is endorsed.
We want to set up a limit, that is a very unlikely 4+ consecutive B doubles appearance. After such limit was reached, we do not want to bet a dime.
As a 7 or more B doubles appearance could easily destroy our previous more likely profits.
Notice that per every class of distributions, a clustering effect will be in order, no matter what.
I mean that it will more likely to get single B double situations if a single B double situation had come out and the same happens for superior levels.
Moreover, B doubles are more likely to come out in clusters whenever few B singles had come out in the previous fragments of the shoe and vice versa.
Alrelax is right. What didn't happen so far is less likely to show up as a finite shoe is always a card dependent proposition and vice versa.
Actually and after millions of shoe tested, the number of situations when consecutive B doubles are followed by single or 2-in a row B doubles are out numbered by the same opposite events.
What didn't happen could happen but what did happen could more easily happen again. Providing a careful classification of what we are registering.
as.